2012
DOI: 10.1016/j.ijheatmasstransfer.2011.10.053
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Wicking and thermal characteristics of micropillared structures for use in passive heat spreaders

Abstract: The thermal and hydrodynamic performance of passive two-phase cooling devices such as heat pipes and vapor chambers is limited by the capabilities of the capillary wick structures employed.The desired characteristics of wick microstructures are high permeability, high wicking capability and large extended meniscus area that sustains thin-film evaporation. Choices of scale and porosity of wick structures lead to trade-offs between the desired characteristics. In the present work, models are developed to predict… Show more

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Cited by 74 publications
(37 citation statements)
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“…They result not only from spherical (tubes) interfaces but also from non-spherical interfaces generating forces between vertical pillars [34], spheres and/or flat walls [35]. The maximum non-dimensional capillary pressure also strongly depends on the topology of the microstructures being highest for pyramidal and lowest for cylindrical structures [36]. The filling of capillaries (imbibition) in time is governed by the well known Lucas-Washburn equation [37,38], which shows a square-root dependency of time, is proportional to the capillary radius and is maximal for h 0 = 08.…”
Section: Capillaritymentioning
confidence: 99%
“…They result not only from spherical (tubes) interfaces but also from non-spherical interfaces generating forces between vertical pillars [34], spheres and/or flat walls [35]. The maximum non-dimensional capillary pressure also strongly depends on the topology of the microstructures being highest for pyramidal and lowest for cylindrical structures [36]. The filling of capillaries (imbibition) in time is governed by the well known Lucas-Washburn equation [37,38], which shows a square-root dependency of time, is proportional to the capillary radius and is maximal for h 0 = 08.…”
Section: Capillaritymentioning
confidence: 99%
“…Prior thin-film evaporation studies have shown that the desired characteristics of wicks for efficient fluidic and thermal transport are small characteristic length scale, high porosity, high permeability, high capillarity, and large extended menisci [14,15].…”
Section: Porosity (-) Water 1 Introduction and Backgroundmentioning
confidence: 99%
“…The model can be directly used for manufactured systems such as microfluidic devices for microbiological filration or separation systems (Cady et al, 2003;Nagrath et al, 2007), high performance liquid chromatography (Song et al, 2012), dielectrophoretic platforms (Khoshmanesh et al, 2011), heat spreading, and dissipation system for microelectronic Ranjan et al (2012), which are often characterized by aperture-to-diameter ratios exceeding 1. The model can be directly used for manufactured systems such as microfluidic devices for microbiological filration or separation systems (Cady et al, 2003;Nagrath et al, 2007), high performance liquid chromatography (Song et al, 2012), dielectrophoretic platforms (Khoshmanesh et al, 2011), heat spreading, and dissipation system for microelectronic Ranjan et al (2012), which are often characterized by aperture-to-diameter ratios exceeding 1.…”
Section: Discussionmentioning
confidence: 99%
“…Although the presented model is derived for a plane-walled fracture, it could still be used to provide first-order estimates to the effective transmissivity of rough-walled fractures by introducing an equivalent aperture and treating the contact areas as obstacles. The model can be directly used for manufactured systems such as microfluidic devices for microbiological filration or separation systems (Cady et al, 2003;Nagrath et al, 2007), high performance liquid chromatography (Song et al, 2012), dielectrophoretic platforms (Khoshmanesh et al, 2011), heat spreading, and dissipation system for microelectronic Ranjan et al (2012), which are often characterized by aperture-to-diameter ratios exceeding 1.…”
Section: Discussionmentioning
confidence: 99%